In the following question, i tried choosing numbers {-1,1,3}. For numbers 1 and 3, remainders are the same in both cases. However choosing -1 yields remainder 2 for case one, and 3 for case 2. which ultimately directs me to the option D. but apparently, the answer is C as per the video, Home - GregMat - GregMat. so, help me.
You can’t have two remainders.
okay. then, after reducing the fractions to their smallest numbers, we have remainder 2 for case A and 3 for case B
The remainder when -2 is divided by 6 is not 2.